Spaces:
Running
Running
| <html> | |
| <head> | |
| <meta http-equiv="content-type" content="text/html; charset=UTF-8" /> | |
| <title>xlangai/spider</title> | |
| <link rel="preconnect" href="https://fonts.googleapis.com"> | |
| <link rel="preconnect" href="https://fonts.gstatic.com" crossorigin> | |
| <link href="https://fonts.googleapis.com/css2?family=Roboto&display=swap" rel="stylesheet"> | |
| <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/bootstrap/3.2.0/css/bootstrap-theme.min.css" /> | |
| <link rel="stylesheet" href="https://maxcdn.bootstrapcdn.com/font-awesome/4.6.3/css/font-awesome.min.css" /> | |
| <script src="https://unpkg.com/deck.gl@latest/dist.min.js"></script> | |
| <script src="https://unpkg.com/fflate@0.8.0"></script> | |
| <style> | |
| body { | |
| margin: 0; | |
| padding: 0; | |
| overflow: hidden; | |
| background: #ffffff; | |
| } | |
| #deck-container { | |
| width: 100vw; | |
| height: 100vh; | |
| } | |
| #deck-container canvas { | |
| z-index: 1; | |
| background: #ffffff; | |
| } | |
| .deck-tooltip { | |
| font-size: 0.8em; | |
| font-family: Roboto; | |
| font-weight: 300; | |
| color: #000000 ; | |
| background-color: #ffffffaa ; | |
| border-radius: 12px; | |
| box-shadow: 2px 3px 10px #aaaaaa44; | |
| max-width: 25%; | |
| } | |
| #loading { | |
| width: 100%; | |
| height: 100%; | |
| top: 0px; | |
| left: 0px; | |
| position: absolute; | |
| display: block; | |
| z-index: 99 | |
| } | |
| #loading-image { | |
| position: absolute; | |
| top: 45%; | |
| left: 47.5%; | |
| z-index: 100 | |
| } | |
| #title-container { | |
| position: absolute; | |
| top: 0; | |
| left: 0; | |
| margin: 16px; | |
| padding: 12px; | |
| border-radius: 16px; | |
| line-height: 0.95; | |
| z-index: 2; | |
| font-family: Roboto; | |
| color: #000000; | |
| background: #ffffffaa; | |
| box-shadow: 2px 3px 10px #aaaaaa44; | |
| } | |
| #search-container{ | |
| position: absolute; | |
| left: -16px; | |
| margin: 16px; | |
| padding: 12px; | |
| border-radius: 16px; | |
| z-index: 2; | |
| font-family: Roboto; | |
| color: #000000; | |
| background: #ffffffaa; | |
| width: fit-content; | |
| box-shadow: 2px 3px 10px #aaaaaa44; | |
| } | |
| input { | |
| margin: 2px; | |
| padding: 4px; | |
| border-radius: 8px; | |
| color: #000000; | |
| background: #ffffffdd; | |
| border: 1px solid #ddddddff; | |
| transition: 0.5s; | |
| outline: none; | |
| } | |
| input:focus { | |
| border: 2px solid #555; | |
| } | |
| </style> | |
| </head> | |
| <body> | |
| <div id="loading"> | |
| <img id="loading-image" src="https://i.gifer.com/ZKZg.gif" alt="Loading..." width="5%"/> | |
| </div> | |
| <div id="title-container"> | |
| <span style="font-family:Roboto;font-size:36pt;color:#000000"> | |
| xlangai/spider | |
| </span><br/> | |
| <span style="font-family:Roboto;font-size:18pt;color:#777777"> | |
| Data map for the entire <a href='https://huggingface.co/datasets/xlangai/spider/viewer/spider/train' target='_blank'>dataset</a> (7000 rows) using the column 'query' | |
| </span> | |
| <div id="search-container"> | |
| <input autocomplete="off" type="search" id="search" placeholder="🔍"> | |
| </div> | |
| </div> | |
| <div id="deck-container"> | |
| </div> | |
| </body> | |
| <script type="module"> | |
| import { ArrowLoader } from 'https://cdn.jsdelivr.net/npm/@loaders.gl/arrow@4.1.0-alpha.10/+esm' | |
| import { JSONLoader } from 'https://cdn.jsdelivr.net/npm/@loaders.gl/json@4.0.5/+esm' | |
| const pointDataBase64 = "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"; | |
| const pointDataBuffer = fflate.strToU8(atob(pointDataBase64), true); | |
| const pointData = await loaders.parse(pointDataBuffer, ArrowLoader); | |
| const hoverDataBase64 = "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"; | |
| const hoverDataBuffer = fflate.strToU8(atob(hoverDataBase64), true); | |
| const unzippedHoverData = fflate.gunzipSync(hoverDataBuffer); | |
| const hoverData = await loaders.parse(unzippedHoverData, ArrowLoader); | |
| const labelDataBase64 = "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"; | |
| const labelDataBuffer = fflate.strToU8(atob(labelDataBase64), true); | |
| const unzippedLabelData = fflate.gunzipSync(labelDataBuffer); | |
| const labelData = await loaders.parse(unzippedLabelData, JSONLoader); | |
| const DATA = {src: pointData.data, length: pointData.data.x.length} | |
| const container = document.getElementById('deck-container'); | |
| const pointLayer = new deck.ScatterplotLayer({ | |
| id: 'dataPointLayer', | |
| data: DATA, | |
| getPosition: (object, {index, data}) => { | |
| return [data.src.x[index], data.src.y[index]]; | |
| }, | |
| getRadius: 0.1, | |
| getFillColor: (object, {index, data}) => { | |
| return [ | |
| data.src.r[index], | |
| data.src.g[index], | |
| data.src.b[index], | |
| 180 | |
| ] | |
| }, | |
| getLineColor: (object, {index, data}) => { | |
| return [ | |
| data.src.r[index], | |
| data.src.g[index], | |
| data.src.b[index], | |
| 32 | |
| ] | |
| }, | |
| getLineColor: [250, 250, 250, 128], | |
| getLineWidth: 0.001, | |
| highlightColor: [170, 0, 0, 187], | |
| lineWidthMaxPixels: 8, | |
| lineWidthMinPixels: 0.1, | |
| radiusMaxPixels: 24, | |
| radiusMinPixels: 0.01, | |
| radiusUnits: "common", | |
| lineWidthUnits: "common", | |
| autoHighlight: true, | |
| pickable: true, | |
| stroked: true | |
| }); | |
| const labelLayer = new deck.TextLayer({ | |
| id: "textLabelLayer", | |
| data: labelData, | |
| pickable: false, | |
| getPosition: d => [d.x, d.y], | |
| getText: d => d.label, | |
| getColor: d => [d.r, d.g, d.b], | |
| getSize: d => d.size, | |
| sizeScale: 1, | |
| sizeMinPixels: 18, | |
| sizeMaxPixels: 36, | |
| outlineWidth: 8, | |
| outlineColor: [238, 238, 238, 221], | |
| getBackgroundColor: [255, 255, 255, 64], | |
| getBackgroundPadding: [15, 15, 15, 15], | |
| background: true, | |
| characterSet: "auto", | |
| fontFamily: "Roboto", | |
| fontWeight: 900, | |
| lineHeight: 0.95, | |
| fontSettings: {"sdf": true}, | |
| getTextAnchor: "middle", | |
| getAlignmentBaseline: "center", | |
| lineHeight: 0.95, | |
| elevation: 100, | |
| // CollideExtension options | |
| collisionEnabled: true, | |
| getCollisionPriority: d => d.size, | |
| collisionTestProps: { | |
| sizeScale: 3, | |
| sizeMaxPixels: 36 * 2, | |
| sizeMinPixels: 18 * 2 | |
| }, | |
| extensions: [new deck.CollisionFilterExtension()], | |
| }); | |
| const deckgl = new deck.DeckGL({ | |
| container: container, | |
| initialViewState: { | |
| latitude: 0.44751477, | |
| longitude: 0.44894546, | |
| zoom: 5.418051102005943 | |
| }, | |
| controller: true, | |
| layers: [pointLayer, labelLayer], | |
| getTooltip: ({index}) => hoverData.data.hover_text[index] | |
| }); | |
| document.getElementById("loading").style.display = "none"; | |
| function selectPoints(item, conditional) { | |
| var layerId; | |
| if (item) { | |
| for (var i = 0; i < DATA.length; i++) { | |
| if (conditional(i)) { | |
| DATA.src.selected[i] = 1; | |
| } else { | |
| DATA.src.selected[i] = 0; | |
| } | |
| } | |
| layerId = 'selectedPointLayer' + item; | |
| } else { | |
| for (var i = 0; i < DATA.length; i++) { | |
| DATA.src.selected[i] = 1; | |
| } | |
| layerId = 'dataPointLayer'; | |
| } | |
| const selectedPointLayer = pointLayer.clone( | |
| { | |
| id: layerId, | |
| data: DATA, | |
| getFilterValue: (object, {index, data}) => data.src.selected[index], | |
| filterRange: [1, 2], | |
| extensions: [new deck.DataFilterExtension({filterSize: 1})] | |
| } | |
| ); | |
| deckgl.setProps( | |
| {layers: | |
| [selectedPointLayer].concat(deckgl.props.layers.slice(1,)) | |
| } | |
| ); | |
| } | |
| const search = document.getElementById("search"); | |
| search.addEventListener("input", (event) => { | |
| const search_term = event.target.value.toLowerCase(); | |
| selectPoints(search_term, (i) => hoverData.data.hover_text[i].toLowerCase().includes(search_term)); | |
| } | |
| ); | |
| </script> | |
| </html> |